Let be two points and a point on the segment such as .
Then
In this case
Then
You know the coordinates of A and B, so you can find the coordinates of C.
Hello, Punch!
I assume there are more parts to this problem.
There is way too much information . . .
In the diagram, has points: and
is parallel to and .
The gradient of is .
The equation of is: .
Calculate the coordinates of
Here is a simplified diagram:
Code:| | A | (2,12)o - - + | \ : | \ : | \ : | \ : | \: | B(6,9)o - - - - + | \ : | \ : | \ : | \ : | \ : | \ : | \ : | \ : | \: | C o | - - + - - - - - - - - - - - - - - |
Going from to , we move: 4 units right and 3 units down.
So, going from to , we move: 8 units right and 6 units down.
Therefore, point is